General setup

Setup chunk

Load libraries

knitr::opts_chunk$set(fig.width = 8)
knitr::opts_knit$set(root.dir = normalizePath(".."))
knitr::opts_knit$get("root.dir")
[1] "/nas/groups/treutlein/USERS/tomasgomes/projects/pallium_evo"

Set colours for cell types and regions

library(Seurat)
Attaching SeuratObject
library(ggplot2)
Learn more about the underlying theory at https://ggplot2-book.org/
library(Matrix)
library(mgcv)
Loading required package: nlme
This is mgcv 1.8-38. For overview type 'help("mgcv-package")'.
library(foreach)
library(doParallel)
Loading required package: iterators
Loading required package: parallel
library(parallel)

Prepare data

Load data

meta = read.csv("data/annotations/axolotl_all_umeta.csv", 
                header = T, row.names = 1)
cols_cc = c(
#epen
"#12400c", "#2d6624","#1d4f15", "#174711", "#2d6624", "#3d7f33", "#3b7b30", "#468b3b", "#4f9843","#5dae50", "#66bb58", "#72cd64", "#306a26", "#78d669", "#81e472",
#gaba
"#700209", "#75090e","#7a0f13", "#801517", "#851a1b", "#8a1f1f", "#902423", "#952927", "#9a2d2c","#a03230", "#a53634", "#aa3a39", "#b03f3d","#b54342", "#ba4846", "#c04c4b", "#c5504f", "#ca5554", "#d05959", "#d55e5e","#73050c", "#780c11","#8d2221", "#982b2a","#a23432", "#a83837", "#b2413f", "#b84544", "#bd4a49", "#c85352", #"#cd5756",
#glut
"#054674", "#134d7b","#1d5481", "#265a88", "#2e618e", "#73a4cb", "#366995", "#3e709c", "#4677a2","#4d7ea9", "#5586b0", "#5c8db7", "#6495bd","#6b9cc4", "#7bacd2", "#8ebfe4", "#96c7eb", "#9ecff2", "#18507e", "#18507e","#2a5e8b", "#497ba6","#5889b3", "#6fa0c8","#7fafd6", "#6091ba", "#5182ac", "#3a6c98", "#a6d7f9",
#npc
"#ffb120", "#feb72a","#fdbc34", "#fcc13d", "#fbc745", "#facc4e", "#f9d156", "#f8d65f", "#f8da68","#f7df70", "#f7e479", "#f7e882", "#f7ed8a", "#f7f193", "#eca319"
)
ccnames = unique(sort(meta$cellclusters))
names(cols_cc) = c(ccnames[grepl("epen", ccnames)], ccnames[grepl("GABA", ccnames)],ccnames[grepl("glut", ccnames)],ccnames[grepl("npc", ccnames)])

reg_cols = c("other/unknown_pred" = "#C7CCC7", 
             "medial" = "#52168D", "medial_pred" = "#661CB0", 
             "dorsal" = "#C56007", "dorsal_pred" = "#ED7307", 
             "lateral" = "#118392", "lateral_pred" = "#16A3B6")
reg_cols_simp = c("medial" = "#52168D", "dorsal" = "#C56007", "lateral" = "#118392")

Format metadata

ax_meta = ax_srat@meta.data[,c("classes", "cellclusters", "regions", "sample", "chem")]
ax_meta$sample = ifelse(endsWith(rownames(ax_meta), "-1_1"), "a1_1",
                 ifelse(endsWith(rownames(ax_meta), "-1_2"), "a1_2",
                 ifelse(endsWith(rownames(ax_meta), "-1_3"), "a3_1",
                 ifelse(endsWith(rownames(ax_meta), "-1_4"), "a3_2", ax_meta$sample))))

meta_regs = read.csv("data/processed/multiome/WP_region_predictions.csv", header = T, row.names = 1)
newcellnames = rownames(meta_regs)
newcellnames = gsub("-a1-1", "-1_1", newcellnames)
newcellnames = gsub("-a1-2", "-1_2", newcellnames)
newcellnames = gsub("-a3-1", "-1_3", newcellnames)
newcellnames = gsub("-a3-2", "-1_4", newcellnames)
rownames(meta_regs) = newcellnames
meta_regs$all_pred_regs_top = paste0(meta_regs$pred_regions_top, "_pred")
ax_meta = merge(ax_meta, meta_regs[,c(2,4)], by = 0, all = T)
ax_meta$pred_regions_top[is.na(ax_meta$pred_regions_top)] = ax_meta$regions[is.na(ax_meta$pred_regions_top)]
ax_meta$all_pred_regs_top[is.na(ax_meta$all_pred_regs_top)] = ax_meta$regions[is.na(ax_meta$all_pred_regs_top)]
rownames(ax_meta) = ax_meta[,1]
ax_meta = ax_meta[,-1]

ax_meta = cbind(ax_meta[rownames(ax_srat@reductions$umap_harmony@cell.embeddings),], 
                ax_srat@reductions$umap_harmony@cell.embeddings)
ax_meta = cbind(unlist(lapply(strsplit(rownames(ax_meta), "-"), function(x) x[1])), ax_meta)
colnames(ax_meta)[1] = "cells"

div_meta = div_srat@meta.data[,c("high_level_anno", "high_level_clustering", "sample", "batch")]
div_meta = cbind(div_meta, div_srat@reductions$umap@cell.embeddings)
div_meta = cbind(unlist(lapply(strsplit(rownames(div_meta), "-"), function(x) x[1])), div_meta)
colnames(div_meta)[1] = "cells"

Save metadata

write.csv(ax_meta, file = "data/annotations/pallium_meta_velocity.csv", row.names = T, quote = F)
write.csv(div_meta, file = "data/annotations/divseq_meta_velocity.csv", row.names = T, quote = F)

Steady-state neurogenesis

Load data

Load data

dir = "data/processed/velocity_results/glut_reg/"
meta_l = list()
umap_l = list()
abs_l = list()
ld_l = list()
g_l = list()
exp_l = list()
for(r in c("lat", "dor", "med", "all")){
  meta_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_obs.csv"), header = T, row.names = 1)
  umap_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_umap.csv"), header = T, row.names = 1)
  g_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_var.csv"), header = T, row.names = 1)
  exp_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_X.csv"), header = T, row.names = 1)
  
  if(r!="all"){
    abs_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_abs_prob.csv"), header = T, row.names = 1)
    ld_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_lineageDrivers.csv"), header = T, row.names = 1)
  }
}

metaNoEp_l = list()
umapNoEp_l = list()
absNoEp_l = list()
ldNoEp_l = list()
gNoEp_l = list()
expNoEp_l = list()
for(r in c("lat", "dor", "med")){
  metaNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_obs.csv"), header = T, row.names = 1)
  umapNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_umap.csv"), header = T, row.names = 1)
  gNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_var.csv"), header = T, row.names = 1)
  
  if(r!="all"){
    absNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_abs_prob.csv"), 
                              header = T, row.names = 1)
    ldNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_lineageDrivers.csv"), 
                         header = T, row.names = 1)
    expNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_X.csv"), header = T, row.names = 1)
  }
}

Pseudotime

Testing the changes to the pseudotime

reg = "med"
plot_df = cbind(umapNoEp_l[[reg]][rownames(absNoEp_l[[reg]]),],
                metaNoEp_l[[reg]][rownames(absNoEp_l[[reg]]),c("latent_time", "cellclusters")],
                absNoEp_l[[reg]])
plot_df$newpt = plot_df$latent_time*(1-plot_df$epen_clus_4)
plot_df$newpt2 = plot_df[,6]*(1-plot_df$epen_clus_4)
plot_df$newpt3 = apply(plot_df[,6:7], 1, max)*(1-plot_df$epen_clus_4)

ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = latent_time))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = newpt))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = newpt3))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = epen_clus_4))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()

Plot UMAP with fates

reg = "med"
plot_df = cbind(umapNoEp_l[[reg]][rownames(absNoEp_l[[reg]]),],
                metaNoEp_l[[reg]][rownames(absNoEp_l[[reg]]),c("latent_time", "cellclusters")],
                absNoEp_l[[reg]])
plot_df$newpt = plot_df$latent_time*(1-plot_df$epen_clus_4)
plot_df$newpt2 = plot_df[,6]*(1-plot_df$epen_clus_4)
plot_df$newpt3 = apply(plot_df[,6:7], 1, max)*(1-plot_df$epen_clus_4)

ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = latent_time))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()

ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = newpt))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()

ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = newpt3))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()

ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = epen_clus_4))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()

Make data frame with glutamatergic trajectories

umap_plt_list = list()
for(n in names(umapNoEp_l)){
  plot_df = cbind(umapNoEp_l[[n]][rownames(absNoEp_l[[n]]),],
                  metaNoEp_l[[n]][rownames(absNoEp_l[[n]]),c("cellclusters")],
                  absNoEp_l[[n]])
  colnames(plot_df)[3] = "cellclusters"
  
  for(cc in colnames(plot_df)[grepl("glut", colnames(plot_df))]){
    plot_df[,paste0(cc, "_transf")] = plot_df[,cc]*(1-plot_df$epen_clus_4)
  }
  
  plot_df$newpt =  apply(absNoEp_l[[n]][,grepl("glut", colnames(absNoEp_l[[n]]))], 1,
                         max)*(1-absNoEp_l[[n]]$epen_clus_4)
  
  plot_df = plot_df[,grepl("_transf", colnames(plot_df)) | 
                      grepl("newpt", colnames(plot_df)) |
                      grepl("UMAP", colnames(plot_df)) |
                      grepl("cellclusters", colnames(plot_df))]
  colnames(plot_df)[grepl("_transf", colnames(plot_df))] = gsub("_transf", "", colnames(plot_df)[grepl("_transf", colnames(plot_df))])
  
  umap_plt_list[[n]] = list()
  umap_plt_list[[n]][["cellclusters"]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
    geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
               mapping = aes(colour = cellclusters), size = 0.3)+
    scale_colour_manual(values = cols_cc[names(cols_cc) %in% plot_df$cellclusters])+
    theme_classic()+
    theme(aspect.ratio = 1,
          axis.text = element_blank(),
          axis.title = element_blank(),
          axis.ticks = element_blank(),
          axis.line = element_blank())
  
  mean_df = data.frame("UMAP_1" = tapply(plot_df$UMAP_1, plot_df$cellclusters, mean),
                        "UMAP_2" = tapply(plot_df$UMAP_2, plot_df$cellclusters, mean),
                        "cellclusters" = levels(factor(plot_df$cellclusters)))
  umap_plt_list[[n]][["cellclusters_mean"]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
    geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
               mapping = aes(colour = cellclusters), size = 0.3)+
    geom_text(data = mean_df, mapping = aes(label = cellclusters), fontface = "bold")+
    scale_colour_manual(values = cols_cc[names(cols_cc) %in% plot_df$cellclusters])+
    theme_classic()+
    theme(aspect.ratio = 1, legend.position = "none",
          axis.text = element_blank(),
          axis.title = element_blank(),
          axis.ticks = element_blank(),
          axis.line = element_blank())
  umap_plt_list[[n]][["newpt"]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
    geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
               mapping = aes(colour = newpt), size = 0.3)+
    scale_colour_viridis_c(option = "C")+
    theme_classic()+
    theme(aspect.ratio = 1,
          axis.text = element_blank(),
          axis.title = element_blank(),
          axis.ticks = element_blank(),
          axis.line = element_blank())
  for(f in colnames(plot_df)[grepl("glut", colnames(plot_df))]){
    umap_plt_list[[n]][[f]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
      geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
                 mapping = aes_string(colour = f), size = 0.3)+
      scale_colour_viridis_c(option = "C")+
      theme_classic()+
      theme(aspect.ratio = 1,
            axis.text = element_blank(),
            axis.title = element_blank(),
            axis.ticks = element_blank(),
            axis.line = element_blank())
  }
  
  for(f in names(umap_plt_list[[n]])){
    pdf(paste0("results/RNAvelocity/UMAP_regions/UMAP_", n, "_", f, ".pdf"), useDingbats = F, 
        height = 4, width = ifelse(f=="cellclusters", 6, 5))
    print(umap_plt_list[[n]][[f]])
    dev.off()
  }
}
*** recursive gc invocation
*** recursive gc invocation
*** recursive gc invocation
*** recursive gc invocation
*** recursive gc invocation
*** recursive gc invocation
*** recursive gc invocation
*** recursive gc invocation

Saving data (for use with multiome)

epfates = c("epen_clus_4")

tmp = list()
for(n in names(metaNoEp_l)[1:3]){
  fates = colnames(absNoEp_l[[n]])
  newpt =  apply(absNoEp_l[[n]][,grepl("glut", colnames(absNoEp_l[[n]]))], 1,
                 max)*(1-absNoEp_l[[n]]$epen_clus_4)
  fates = fates[!fates %in% epfates]
  for(f in fates){
    print(f)
    subabs = absNoEp_l[[n]][,!(colnames(absNoEp_l[[n]])==f |
                                 colnames(absNoEp_l[[n]]) %in% epfates)]
    rem = if(!is.null(dim(subabs))){
      apply(subabs, 1, function(x) any(x>=0.7))
    } else{
      apply(matrix(subabs), 1, function(x) any(x>=0.7))
    }
    tmp[[f]] = data.frame("cells" = rownames(metaNoEp_l[[n]]),
                          "orig_pt" = metaNoEp_l[[n]]$latent_time,
                          "newpt" = newpt,
                          "orig_prob" = absNoEp_l[[n]][,f],
                          "reg" = metaNoEp_l[[n]]$reg_simp,
                          "cellclusters" = metaNoEp_l[[n]]$cellclusters,
                          "fate" = f)
    tmp[[f]] = tmp[[f]][!rem,]
    tmp[[f]] = tmp[[f]][tmp[[f]]$orig_prob>=min(tmp[[f]]$orig_prob[tmp[[f]]$newpt==0]),]
    tmp[[f]]$pt = scales::rescale(tmp[[f]]$orig_pt, c(0,1))
    tmp[[f]]$prob = scales::rescale(tmp[[f]]$orig_prob, c(0,1))
  }
}
[1] "glut_SUBSET_10"
[1] "glut_SUBSET_2"
[1] "glut_SUBSET_22"
[1] "glut_SUBSET_1"
[1] "glut_SUBSET_3"
[1] "glut_SUBSET_0"
[1] "glut_SUBSET_11"
[1] "glut_SUBSET_13"
[1] "glut_SUBSET_7"
glut_dat_df = Reduce(rbind,tmp)

Cell type occupancy by bin, per lineage

newcellnames = glut_dat_df$cells
newcellnames = gsub("-a1_1", "-a1-1", newcellnames)
newcellnames = gsub("-a1_2", "-a1-2", newcellnames)
newcellnames = gsub("-a3_1", "-a3-1", newcellnames)
newcellnames = gsub("-a3_2", "-a3-2", newcellnames)
glut_dat_df$newcellnames = newcellnames

ref_glut_dat = glut_dat_df[,c(10,5,2,7,4,6,3,8,9)]
colnames(ref_glut_dat) = c("newcellnames", "region", "latent_time", "fate", "probability", 
                           "cellclusters", "new_pseudotime", "normalised_pseudotime",
                           "normalised_probability")
write.csv(ref_glut_dat, "results/RNAvelocity/ref_glut_dat.csv", 
          col.names = T, row.names = F, quote = F)
Warning in write.csv(ref_glut_dat, "results/RNAvelocity/ref_glut_dat.csv",  :
  attempt to set 'col.names' ignored

Cell type occupancy by bin, per region

col_prop_list = list()
smo_prop_list = list()
ct_all = list()
for(n in unique(glut_dat_df$fate)){
  # subset data
  submeta = glut_dat_df[glut_dat_df$fate==n,]
  lt_bins = cut(submeta$newpt, 100) # 100 equally-sized bins
  plot_df = data.frame(bins = lt_bins, 
                       cst = as.character(submeta$cellclusters))
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # remove cell types that are too rare (<5%)
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  usecl = tapply(tab_df$value, tab_df$Var2, function(x) any(x>0.05))
  plot_df = plot_df[plot_df$cst %in% names(usecl)[usecl],]
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # normalise by cell type abundance
  med_w = prop.table(table(plot_df$cst))
  tab_df = t(apply(tab_df, 1, function(x) x/med_w[colnames(tab_df)]))
  
  # reshape
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  tab_df$Var2 = as.character(tab_df$Var2)
  
  # prevent discontinuity by copying the previous column (likely not happening)
  tab_df = tab_df[order(tab_df$Var1, decreasing = F),]
  for(i in unique(tab_df$Var1)){
    if(any(is.nan(tab_df$value[tab_df$Var1==i]))){
      tab_df$value[tab_df$Var1==i] = prev
    }
    prev = tab_df$value[tab_df$Var1==i]
  }
  
  col_prop_list[[n]] = ggplot(tab_df, aes(x = Var1, y = value, fill = Var2))+
    geom_col()+
    scale_y_continuous(expand = c(0,0))+
    scale_fill_manual(values = cols_cc[names(cols_cc) %in% tab_df$Var2])+
    labs(x = "Bins", y = "Proportion", fill = "Cell type")+
    theme_classic()+
    theme(axis.text.x = element_blank(),
          axis.text.y = element_text(size = 6.5, colour = "black"),
          axis.ticks.x = element_blank(),
          axis.line = element_blank(),
          axis.title = element_text(size = 7),
          legend.text = element_text(size = 6),
          legend.title = element_text(size = 7),
          legend.key.size = unit(0.4, "cm"))
  
  # smoothen the proportions (and force constrain to 0-1)
  tab_df2 = tab_df
  tab_df2$value2 = tab_df2$value
  for(i in unique(tab_df2$Var2)){
    fff = loess(value~as.numeric(Var1), data = tab_df2[tab_df2$Var2==i,], 
                span = 0.5)
    pred = predict(fff)
    pred[pred>1] = 1
    pred[pred<0] = 0
    tab_df2$value2[tab_df2$Var2==i] = pred
  }
  
  # force constrain each interval to 0-1 by doing proportion
  for(i in unique(tab_df2$Var1)){
    tab_df2$value2[tab_df2$Var1==i] = tab_df2$value2[tab_df2$Var1==i]/sum(tab_df2$value2[tab_df2$Var1==i])
  }
  
  tab_df2$major = unlist(lapply(strsplit(tab_df2$Var2, "_"), function(x) x[1]))
  res = list()
  for(nnn in unique(tab_df2$Var1)){
    ss=tapply(tab_df2[tab_df2$Var1==nnn,"value2"], tab_df2[tab_df2$Var1==nnn,"major"], sum)
    res[[nnn]] = which.max(ss)
  }
  ct_all[[n]] = unlist(lapply(res, names))
  
  smo_prop_list[[n]] = ggplot(tab_df2, aes(x = Var1, y = value2, group = Var2, fill = Var2))+
    geom_area()+
    scale_y_continuous(expand = c(0,0))+
    scale_fill_manual(values = cols_cc[names(cols_cc) %in% tab_df2$Var2])+
    labs(x = "Bins", y = "Proportion", fill = "Cell type")+
    theme_classic()+
    theme(axis.text.x = element_blank(),
          axis.text.y = element_text(size = 6.5, colour = "black"),
          axis.ticks.x = element_blank(),
          axis.line = element_blank(),
          axis.title = element_text(size = 7),
          legend.text = element_text(size = 6),
          legend.title = element_text(size = 7),
          legend.key.size = unit(0.4, "cm"))
}

for(n in names(col_prop_list)){
pdf(paste0("results/RNAvelocity/prop_celltypes_traj_", n, ".pdf"), height = 2.6, width = 5)
  print(col_prop_list[[n]])
  dev.off()
}

for(n in names(col_prop_list)){
pdf(paste0("results/RNAvelocity/prop_celltypes_traj_", n, "_smooth.pdf"), height = 2.6, width = 5)
  print(smo_prop_list[[n]])
  dev.off()
}

Variable genes

Find all variable genes

smo_prop_list = list()
res_all = list() # determine max ct at each step
for(n in unique(glut_dat_df$reg)){
  # subset region
  submeta = glut_dat_df[glut_dat_df$reg==n,]
  lt_bins = cut(submeta$newpt, 100) #100 equally sized bins
  plot_df = data.frame(bins = lt_bins, 
                       cst = as.character(submeta$cellclusters))
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # remove cell types that are too rare (<5%)
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  usecl = tapply(tab_df$value, tab_df$Var2, function(x) any(x>0.05))
  plot_df = plot_df[plot_df$cst %in% names(usecl)[usecl],]
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # normalise by cell type abundance
  #med_w = prop.table(table(plot_df$cst))
  #tab_df = t(apply(tab_df, 1, function(x) x/med_w[colnames(tab_df)]))
  # normalise by major cell type abundance
  med_w = prop.table(table(unlist(lapply(strsplit(plot_df$cst, "_"), function(x) x[1]))))
  orcol = colnames(tab_df)
  nn = unlist(lapply(strsplit(colnames(tab_df), "_"), function(x) x[1]))
  tab_df = t(apply(tab_df, 1, function(x) x/med_w[nn]))
  colnames(tab_df) = orcol
  
  # reshape
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  tab_df$Var2 = as.character(tab_df$Var2)
  
  # prevent discontinuity by copying the previous column (likely not happening)
  tab_df = tab_df[order(tab_df$Var1, decreasing = F),]
  for(i in unique(tab_df$Var1)){
    if(any(is.nan(tab_df$value[tab_df$Var1==i]))){
      tab_df$value[tab_df$Var1==i] = prev
    }
    prev = tab_df$value[tab_df$Var1==i]
  }
  
  # smoothen the proportions (and force constrain to 0-1)
  tab_df2 = tab_df
  tab_df2$value2 = tab_df2$value
  for(i in unique(tab_df2$Var2)){
    fff = loess(value~as.numeric(Var1), data = tab_df2[tab_df2$Var2==i,], 
                span = 0.5)
    pred = predict(fff)
    pred[pred>1] = 1
    pred[pred<0] = 0
    tab_df2$value2[tab_df2$Var2==i] = pred
  }
  
  # force constrain each interval to 0-1 by doing proportion
  for(i in unique(tab_df2$Var1)){
    tab_df2$value2[tab_df2$Var1==i] = tab_df2$value2[tab_df2$Var1==i]/sum(tab_df2$value2[tab_df2$Var1==i])
  }
  
  tab_df2$major = unlist(lapply(strsplit(tab_df2$Var2, "_"), function(x) x[1]))
  res = list()
  for(nnn in unique(tab_df2$Var1)){
    ss=tapply(tab_df2[tab_df2$Var1==nnn,"value2"], tab_df2[tab_df2$Var1==nnn,"major"], sum)
    res[[nnn]] = which.max(ss)
  }
  res_all[[n]] = unlist(lapply(res, names))
  
  smo_prop_list[[n]] = ggplot(tab_df2, aes(x = Var1, y = value2, group = Var2, fill = Var2))+
    geom_area()+
    scale_y_continuous(expand = c(0,0))+
    scale_fill_manual(values = cols_cc[names(cols_cc) %in% tab_df2$Var2])+
    labs(x = "Bins", y = "Proportion", fill = "Cell type")+
    theme_classic()+
    theme(axis.text.x = element_blank(),
          axis.text.y = element_text(size = 6.5, colour = "black"),
          axis.ticks.x = element_blank(),
          axis.line = element_blank(),
          axis.title = element_text(size = 7),
          legend.text = element_text(size = 6),
          legend.title = element_text(size = 7),
          legend.key.size = unit(0.4, "cm"))
}

for(n in names(smo_prop_list)){
pdf(paste0("results/RNAvelocity/prop_celltypes_traj_region_", n, "_smooth.pdf"), 
    height = 2.6, width = 5)
  print(smo_prop_list[[n]])
  dev.off()
}

Prepare pvalue tables

registerDoParallel(40)

fitExp = function(g, mod_df) {
  res = list()
  cells = mod_df$cells
  mod_df$y = scale(exp_l$all[cells,g])
  
  m = gam(y~fate*splines::ns(newpt, df = 5)+0, weights = mod_df$prob, data = mod_df)
  p = mgcv::predict.gam(m, mod_df, type = "link", se.fit = TRUE)
  fits_df = data.frame("fit" = p$fit, "up_se" = p$fit+(2*p$se.fit), "lo_se" = p$fit-(2*p$se.fit))
  
  bin_df = data.frame("newpt" = rep(seq(0,1,length.out = 100), length(unique(unique(mod_df$fate)))),
                      "fate" = rep(unique(mod_df$fate), each = 100))
  p = predict(m, bin_df, type = "link", se.fit = TRUE)
  bin_df$fit = p$fit
  bin_df$up_se = p$fit+(2*p$se.fit)
  bin_df$lo_se = p$fit-(2*p$se.fit)
  
  res[["all_terms"]] = list("fits" = fits_df, "binned_fits" = bin_df, "pvals" = summary(m)$pTerms.pv)
  
  
  m = gam(y~reg*splines::ns(newpt, df = 5)+0, weights = mod_df$prob, data = mod_df)
  p = mgcv::predict.gam(m, mod_df, type = "link", se.fit = TRUE)
  fits_df = data.frame("fit" = p$fit, "up_se" = p$fit+(2*p$se.fit), "lo_se" = p$fit-(2*p$se.fit))
  
  bin_df = data.frame("newpt" = rep(seq(0,1,length.out = 100), length(unique(unique(mod_df$reg)))),
                      "reg" = rep(unique(mod_df$reg), each = 100))
  p = mgcv::predict.gam(m, bin_df, type = "link", se.fit = TRUE)
  bin_df$fit = p$fit
  bin_df$up_se = p$fit+(2*p$se.fit)
  bin_df$lo_se = p$fit-(2*p$se.fit)
  
  res[["region"]] = list("fits" = fits_df, "binned_fits" = bin_df, "pvals" = summary(m)$pTerms.pv)
  
  return(res)
}

ff = "results/RNAvelocity/SS_data_glutNoEp_fit_exp_everything.RDS"
if(file.exists(ff)){
  all_fit_exp = foreach(i=colnames(exp_l$all)) %dopar% {
    fitExp(i, glut_dat_df)
  }
  names(all_fit_exp) = colnames(exp_l$all)
  saveRDS(all_fit_exp, file = "results/RNAvelocity/SS_data_glutNoEp_fit_exp_everything.RDS")
} else{
  all_fit_exp = readRDS("results/RNAvelocity/SS_data_glutNoEp_fit_exp_everything.RDS")
}

Plotting example genes

pval_df = Reduce(rbind, lapply(all_fit_exp, function(x) x$all_terms$pvals))
rownames(pval_df) = names(all_fit_exp)

pval_reg_df = Reduce(rbind, lapply(all_fit_exp, function(x) x$region$pvals))
rownames(pval_reg_df) = names(all_fit_exp)

Variability per region

Find genes conserved and variable between regions

pltGene = function(g, dat, lab, sub = "all_terms"){
  plot_df = data.frame("pt" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),"newpt"],
                       "reg" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),lab],
                       "fit" = all_fit_exp[[g]][[sub]]$fits$fit,
                       "fit_up" = all_fit_exp[[g]][[sub]]$fits$up_se,
                       "fit_dn" = all_fit_exp[[g]][[sub]]$fits$lo_se)
  
  plt = ggplot(plot_df)+
    geom_line(mapping = aes(x = pt, y = fit, group = reg, colour = reg))+
    geom_ribbon(mapping = aes(x = pt, y = fit, group = reg, fill = reg, 
                              ymin = fit_dn, ymax = fit_up), alpha = 0.25)+
    scale_x_continuous(expand = c(0,0))+
    ggtitle(g)+
    theme_classic()+
    theme(aspect.ratio = 1)
  return(plt)
}

cowplot::plot_grid(
pltGene("KCNJ10", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("SOX6", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("GLI2", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("MEX3A", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("TOP2A", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("SLC17A6", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("ELMO1", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("EOMES", glut_dat_df, "fate")+theme(legend.position = "none"),
ncol = 4, align = "hv")

Add peaking times

g_diff = rownames(pval_df)[pval_df[,3]<=0.05 & pval_reg_df[,3]<=0.05]
reg_groups = list("lateral" = c("glut_SUBSET_2", "glut_SUBSET_22", "glut_SUBSET_10"), 
                  "dorsal" = c("glut_SUBSET_3", "glut_SUBSET_1"), 
                  "medial" = c("glut_SUBSET_11", "glut_SUBSET_0",
                               "glut_SUBSET_7","glut_SUBSET_13"))

# get the minimum correlation per region across lineages
cor_g_list = list()
mean_g_list = list()
lin_binned_fits = list()
for(g in rownames(pval_df)){
  min_cors_g = c()
  mean_g_df = list()
  for(n in names(reg_groups)){
    plot_df = all_fit_exp[[g]]$all_terms$binned_fits
    plot_df = plot_df[plot_df$fate %in% reg_groups[[n]],]
    
    dat = data.frame(lapply(reg_groups[[n]], function(x) plot_df$fit[plot_df$fate==x]))
    colnames(dat) = reg_groups[[n]]
    cc = cor(dat, method = "sp")
    min_cors_g[[n]] = min(cc)
    
    mean_g_df[[n]] = apply(dat, 1, mean)
    
    lin_binned_fits[[g]] = if(n==names(reg_groups)[1]){
      dat
    } else{
      cbind(lin_binned_fits[[g]], dat)
    }
  }
  cor_g_list[[g]] = min_cors_g
  mean_g_list[[g]] = data.frame(mean_g_df)
}
cor_g = data.frame(Reduce(rbind, cor_g_list))
rownames(cor_g) = rownames(pval_df)

# get genes with no per-region correlation lower than 0.33
genes_agreeing_reg = apply(apply(cor_g, 2, function(x) x>=.3), 1, function(x) all(x))

# get minimum correlation across regions
min_cor_regs = list()
min_cor_lins = list()
reg_binned_fits = list()
for(g in names(genes_agreeing_reg)){
  plot_df = all_fit_exp[[g]]$region$binned_fits

  dat = data.frame(lapply(unique(plot_df$reg), function(x) plot_df$fit[plot_df$reg==x]))
  colnames(dat) = unique(plot_df$reg)
  reg_binned_fits[[g]] = dat

  cc = cor(dat, method = "sp")
  min_cor_regs[[g]] = min(cc)
  
  
  plot_df = all_fit_exp[[g]]$all_terms$binned_fits

  dat = data.frame(lapply(unique(plot_df$fate), function(x) plot_df$fit[plot_df$fate==x]))
  colnames(dat) = unique(plot_df$fate)

  cc = cor(dat, method = "sp")
  min_cor_lins[[g]] = min(cc)
}

# prepare table with all these results
region_result_dat = data.frame(row.names = rownames(pval_df),
                               "isVariable" = pval_df[,2]<=0.05 & pval_reg_df[,2]<=0.05,
                               "pval_variableLineage" = pval_df[,3],
                               "pval_variableRegion" = pval_reg_df[,3],
                               "variable_lineage_and_region" = pval_df[,3]<=0.05 &
                                 pval_reg_df[,3]<=0.05,
                               "agree_within_all_regions" = genes_agreeing_reg[rownames(pval_df)],
                               "min_corr_between_regions" = unlist(min_cor_regs)[rownames(pval_df)],
                               "min_corr_between_lineages" = unlist(min_cor_lins)[rownames(pval_df)])

region_result_dat$isCommonRegions = region_result_dat$min_corr_between_regions>.3 &
  region_result_dat$isVariable &
  region_result_dat$agree_within_all_regions
region_result_dat$isDiffRegions = region_result_dat$min_corr_between_regions<(-.3)

Save table

# adding max position across mean for all genes
mean_cor_g = lapply(rownames(region_result_dat), function(x) apply(reg_binned_fits[[x]], 1, mean))
names(mean_cor_g) = rownames(region_result_dat)
mean_cor_g = data.frame(Reduce(rbind, mean_cor_g))
rownames(mean_cor_g) = rownames(region_result_dat)
max_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) which.max(x))
region_result_dat$maxPointAllReg = max_dat[rownames(region_result_dat)]

# max position per region
maxPointPerReg = lapply(rownames(region_result_dat), 
                        function(x) apply(reg_binned_fits[[x]], 2, 
                                          function(x) which.max(scales::rescale(x, to = c(0,1)))))
maxPointPerReg = Reduce(rbind, maxPointPerReg)
rownames(maxPointPerReg) = rownames(region_result_dat)
colnames(maxPointPerReg) = paste0("maxPointPerReg_", colnames(maxPointPerReg))
region_result_dat = cbind(region_result_dat, maxPointPerReg[rownames(region_result_dat),])

## classify it into  ependymal/npc/glut
aaa = lapply(colnames(maxPointPerReg), 
             function(x) res_all[[strsplit(x, "_")[[1]][2]]][maxPointPerReg[,x]])
names(aaa) = paste0("ctPosition_",
                    unlist(lapply(strsplit(colnames(maxPointPerReg), "_"), function(x) x[2])))
region_result_dat = cbind(region_result_dat, data.frame(aaa))

# max per lineage
maxPointPerLin = lapply(rownames(region_result_dat), 
                        function(x) apply(lin_binned_fits[[x]], 2, 
                                          function(x) which.max(scales::rescale(x, to = c(0,1)))))
maxPointPerLin = Reduce(rbind, maxPointPerLin)
rownames(maxPointPerLin) = rownames(region_result_dat)
colnames(maxPointPerLin) = paste0("maxPointPerLin_", colnames(maxPointPerLin))
region_result_dat = cbind(region_result_dat, maxPointPerLin[rownames(region_result_dat),])

## classify it into  ependymal/npc/glut
aaa = lapply(names(ct_all), 
             function(x) ct_all[[x]][maxPointPerLin[,paste0("maxPointPerLin_", x)]])
names(aaa) = paste0("ctPosition_", names(ct_all))
region_result_dat = cbind(region_result_dat, data.frame(aaa))

All genes common to all regions

# get genes correlating and not correlating across regions
cor_reg = rownames(region_result_dat)[region_result_dat$min_corr_between_regions>.3 &
                                        region_result_dat$isVariable &
                                        region_result_dat$agree_within_all_regions]

mean_cor_g = lapply(cor_reg, function(x) apply(reg_binned_fits[[x]], 1, mean))
names(mean_cor_g) = cor_reg

mean_cor_g = data.frame(Reduce(rbind, mean_cor_g))
rownames(mean_cor_g) = cor_reg

max_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) which.max(x))
min_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

dat_norm = t(apply(mean_cor_g[sc_dat,], 1, scales::rescale, to = c(0,1)))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_all.pdf", 
    height = 2.25, width = 2.5, useDingbats = F)
pheatmap::pheatmap(dat_norm, clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F,
                   show_colnames = F, show_rownames = F, angle_col = 0)
dev.off()

write.csv(dat_norm, file = "results/RNAvelocity/heatmap_gen/heatmap_dat_common_regions.csv",
          col.names = T, row.names = T, quote = F)

groups_genes = cut(max_dat, 5)
names(groups_genes) = names(max_dat)
groups_genes = sort(groups_genes)

go_l = list()
for(i in unique(groups_genes)){
  ggg = names(groups_genes)[groups_genes==i]
  go_l[[i]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result
}
ggg = names(groups_genes)
go_l[["all"]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result

TF and signalling

# get genes correlating and not correlating across regions
cor_reg = rownames(region_result_dat)[region_result_dat$min_corr_between_regions>.3 &
                                        region_result_dat$isVariable &
                                        region_result_dat$agree_within_all_regions]

mean_cor_g = lapply(cor_reg, function(x) apply(reg_binned_fits[[x]], 1, mean))
names(mean_cor_g) = cor_reg

mean_cor_g = data.frame(Reduce(rbind, mean_cor_g))
rownames(mean_cor_g) = cor_reg

max_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) which.max(x))
min_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

dat_norm = t(apply(mean_cor_g[sc_dat,], 1, scales::rescale, to = c(0,1)))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_all.pdf", 
    height = 2.25, width = 2.5, useDingbats = F)
pheatmap::pheatmap(dat_norm, clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F,
                   show_colnames = F, show_rownames = F, angle_col = 0)
dev.off()
null device 
          1 
write.csv(dat_norm, file = "results/RNAvelocity/heatmap_gen/heatmap_dat_common_regions.csv",
          col.names = T, row.names = T, quote = F)
Warning in write.csv(dat_norm, file = "results/RNAvelocity/heatmap_gen/heatmap_dat_common_regions.csv",  :
  attempt to set 'col.names' ignored
groups_genes = cut(max_dat, 5)
names(groups_genes) = names(max_dat)
groups_genes = sort(groups_genes)

go_l = list()
for(i in unique(groups_genes)){
  ggg = names(groups_genes)[groups_genes==i]
  go_l[[i]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result
}
ggg = names(groups_genes)
go_l[["all"]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result

Genes that are different for each region (by the region in which they are relevant)

human_tf = read.table("../../gene_refs/human/Homo_sapiens_TF.txt", header = T, sep = "\t")

resc_mat = dat_norm[rownames(dat_norm) %in% human_tf$Symbol,]
max_dat = apply(resc_mat, 1, function(x) which.max(x))
min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_TF.pdf", 
    height = 2.25, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F, fontsize_row = 6.5,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
null device 
          1 
pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_TF_long.pdf", 
    height = 8.5, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F, fontsize_row = 6.5,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
null device 
          1 
go = "GO:0007267"
cellcomm = gprofiler2::gconvert(go, target = "HGNC")
cellcomm = cellcomm$name[!cellcomm$name %in% human_tf$Symbol]
resc_mat = dat_norm[rownames(dat_norm) %in% cellcomm,]

max_dat = apply(resc_mat, 1, function(x) which.max(x))
min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_signalling.pdf",
    height = 2.25, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
null device 
          1 
pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_signalling_long.pdf",
    height = 9, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F, fontsize_row = 6.5,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
null device 
          1 

TF and signalling

human_tf = read.table("../../gene_refs/human/Homo_sapiens_TF.txt", header = T, sep = "\t")
for(r in names(sorted_dat)){
  resc_mat = sorted_dat[[r]][rownames(sorted_dat[[r]]) %in% human_tf$Symbol,]
  
  max_dat = apply(resc_mat, 1, function(x) which.max(x))
  min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_TF.pdf"), height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, fontsize_row = 7,
                     show_colnames = F, show_rownames = T)
  dev.off()
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_TF_long.pdf"), height = 9, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, fontsize_row = 7,
                     show_colnames = F, show_rownames = T)
  dev.off()
}

go = "GO:0007267"
cellcomm = gprofiler2::gconvert(go, target = "HGNC")
cellcomm = cellcomm$name[!cellcomm$name %in% human_tf$Symbol]

signl = read.csv("../../gene_refs/human/CellPhoneDB/gene_input.csv", header = T)
signl = unique(c(signl$gene_name[!signl$gene_name %in% human_tf$Symbol],cellcomm))

for(r in names(sorted_dat)){
  resc_mat = sorted_dat[[r]][rownames(sorted_dat[[r]]) %in% signl,]
  
  max_dat = apply(resc_mat, 1, function(x) which.max(x))
  min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r,
             "_heatmap_signalling.pdf"), height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", fontsize_row = 7,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = T, border_color = NA)
  dev.off()
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r,
             "_heatmap_signalling_long.pdf"), height = 17, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", fontsize_row = 7,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = T, border_color = NA)
  dev.off()
}

Plot individual genes

human_tf = read.table("../../gene_refs/human/Homo_sapiens_TF.txt", header = T, sep = "\t")
for(r in names(sorted_dat)){
  resc_mat = sorted_dat[[r]][rownames(sorted_dat[[r]]) %in% human_tf$Symbol,]
  
  max_dat = apply(resc_mat, 1, function(x) which.max(x))
  min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_TF.pdf"), height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, fontsize_row = 7,
                     show_colnames = F, show_rownames = T)
  dev.off()
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_TF_long.pdf"), height = 9, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, fontsize_row = 7,
                     show_colnames = F, show_rownames = T)
  dev.off()
}

go = "GO:0007267"
cellcomm = gprofiler2::gconvert(go, target = "HGNC")
cellcomm = cellcomm$name[!cellcomm$name %in% human_tf$Symbol]

signl = read.csv("../../gene_refs/human/CellPhoneDB/gene_input.csv", header = T)
signl = unique(c(signl$gene_name[!signl$gene_name %in% human_tf$Symbol],cellcomm))

for(r in names(sorted_dat)){
  resc_mat = sorted_dat[[r]][rownames(sorted_dat[[r]]) %in% signl,]
  
  max_dat = apply(resc_mat, 1, function(x) which.max(x))
  min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r,
             "_heatmap_signalling.pdf"), height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", fontsize_row = 7,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = T, border_color = NA)
  dev.off()
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r,
             "_heatmap_signalling_long.pdf"), height = 17, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", fontsize_row = 7,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = T, border_color = NA)
  dev.off()
}
pltRegGene = function(g, dat, col, group, sub = "all_terms"){
  plot_df = data.frame("pt" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),"newpt"],
                       "col" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),col],
                       "group" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),group],
                       "fit" = all_fit_exp[[g]][[sub]]$fits$fit,
                       "fit_up" = all_fit_exp[[g]][[sub]]$fits$up_se,
                       "fit_dn" = all_fit_exp[[g]][[sub]]$fits$lo_se)
  
  plt = ggplot(plot_df)+
    geom_line(mapping = aes(x = pt, y = fit, group = group, colour = col))+
    geom_ribbon(mapping = aes(x = pt, y = fit, group = group, fill = col, 
                              ymin = fit_dn, ymax = fit_up), alpha = 0.25)+
    scale_x_continuous(expand = c(0,0))+
    ggtitle(g)+
    theme_classic()+
    theme(aspect.ratio = 1,
          axis.text = element_text(colour = "black", size = 5),
          title = element_text(size = 6.75))
  return(plt)
}


genes_to_show = c("TOP2A", "GLI2", "SLC17A6", "NEUROD2", "BCL11B", 
                  "PRDM2", "E2F8", "NRG1", "NRG3", "FGF14", "WNT7B", 
                  "KCNJ10", "NOTCH1", "FGFR2", "SEMA4F", "NEURL1", 
                  "MEX3A", "EOMES", "NEUROD4", "POU2F2", "MEF2D",
                  "ONECUT1", "FOXN3", "GLIS2", "ZBTB10", "MEF2A",
                  "ZBTB41", "NFX1")

lineage_genes = lapply(ld_l, function(x) lapply(colnames(x)[grepl("corr", colnames(x))], 
                                                function(y) rownames(x)[order(x[,y], decreasing = T)][1:10]))

genes_to_show = unique(c(genes_to_show, unlist(lineage_genes)))

plt_ind_shared = list()
for(g in genes_to_show){
  f = paste0("results/RNAvelocity/individual_gene_kinetics/glutNoEp_", g, ".pdf")
  if(!file.exists(f)){
    f_plt = pltRegGene(g, glut_dat_df, "reg", "fate")+NoLegend()
    r_plt = pltRegGene(g, glut_dat_df, "reg", "reg", "region")+NoLegend()+
      theme(title = element_blank())
    
    r_plt = r_plt+
      scale_colour_manual(values = reg_cols_simp)+
      scale_fill_manual(values = reg_cols_simp)
    f_plt = f_plt+
      scale_colour_manual(values = reg_cols_simp)+
      scale_fill_manual(values = reg_cols_simp)
      
    plt_ind_shared[[g]] = cowplot::plot_grid(f_plt, r_plt, nrow = 1, align = "hv")
    
    pdf(f, height = 3, width = 4.5)
    print(plt_ind_shared[[g]])
    dev.off()
  }
}
---
title: "RNA velocity"
output: html_notebook
---

# General setup
Setup chunk

```{r, setup, include=FALSE}
knitr::opts_chunk$set(fig.width = 8)
knitr::opts_knit$set(root.dir = normalizePath(".."))
knitr::opts_knit$get("root.dir")
```

Load libraries

```{r}
library(Seurat)
library(ggplot2)
library(Matrix)
library(mgcv)
library(foreach)
library(doParallel)
library(parallel)
```

Set colours for cell types and regions

```{r}
meta = read.csv("data/annotations/axolotl_all_umeta.csv", 
                header = T, row.names = 1)
cols_cc = c(
#epen
"#12400c", "#2d6624","#1d4f15", "#174711", "#2d6624", "#3d7f33", "#3b7b30", "#468b3b", "#4f9843","#5dae50", "#66bb58", "#72cd64", "#306a26", "#78d669", "#81e472",
#gaba
"#700209", "#75090e","#7a0f13", "#801517", "#851a1b", "#8a1f1f", "#902423", "#952927", "#9a2d2c","#a03230", "#a53634", "#aa3a39", "#b03f3d","#b54342", "#ba4846", "#c04c4b", "#c5504f", "#ca5554", "#d05959", "#d55e5e","#73050c", "#780c11","#8d2221", "#982b2a","#a23432", "#a83837", "#b2413f", "#b84544", "#bd4a49", "#c85352", #"#cd5756",
#glut
"#054674", "#134d7b","#1d5481", "#265a88", "#2e618e", "#73a4cb", "#366995", "#3e709c", "#4677a2","#4d7ea9", "#5586b0", "#5c8db7", "#6495bd","#6b9cc4", "#7bacd2", "#8ebfe4", "#96c7eb", "#9ecff2", "#18507e", "#18507e","#2a5e8b", "#497ba6","#5889b3", "#6fa0c8","#7fafd6", "#6091ba", "#5182ac", "#3a6c98", "#a6d7f9",
#npc
"#ffb120", "#feb72a","#fdbc34", "#fcc13d", "#fbc745", "#facc4e", "#f9d156", "#f8d65f", "#f8da68","#f7df70", "#f7e479", "#f7e882", "#f7ed8a", "#f7f193", "#eca319"
)
ccnames = unique(sort(meta$cellclusters))
names(cols_cc) = c(ccnames[grepl("epen", ccnames)], ccnames[grepl("GABA", ccnames)],ccnames[grepl("glut", ccnames)],ccnames[grepl("npc", ccnames)])

reg_cols = c("other/unknown_pred" = "#C7CCC7", 
             "medial" = "#52168D", "medial_pred" = "#661CB0", 
             "dorsal" = "#C56007", "dorsal_pred" = "#ED7307", 
             "lateral" = "#118392", "lateral_pred" = "#16A3B6")
reg_cols_simp = c("medial" = "#52168D", "dorsal" = "#C56007", "lateral" = "#118392")
```



# Prepare data
Load data

```{r}
ax_srat = readRDS("data/expression/axolotl_reclust/all_nuclei_clustered_highlevel_anno.RDS")
meta = read.csv("data/annotations/axolotl_all_umeta.csv", 
                header = T, row.names = 1)
ax_srat = AddMetaData(ax_srat, metadata = meta)

div_srat = readRDS("data/expression/axolotl_reclust/Edu_1_2_4_6_8_12_fil_highvarfeat.RDS")
```

Format metadata

```{r}
ax_meta = ax_srat@meta.data[,c("classes", "cellclusters", "regions", "sample", "chem")]
ax_meta$sample = ifelse(endsWith(rownames(ax_meta), "-1_1"), "a1_1",
                 ifelse(endsWith(rownames(ax_meta), "-1_2"), "a1_2",
                 ifelse(endsWith(rownames(ax_meta), "-1_3"), "a3_1",
                 ifelse(endsWith(rownames(ax_meta), "-1_4"), "a3_2", ax_meta$sample))))

meta_regs = read.csv("data/processed/multiome/WP_region_predictions.csv", header = T, row.names = 1)
newcellnames = rownames(meta_regs)
newcellnames = gsub("-a1-1", "-1_1", newcellnames)
newcellnames = gsub("-a1-2", "-1_2", newcellnames)
newcellnames = gsub("-a3-1", "-1_3", newcellnames)
newcellnames = gsub("-a3-2", "-1_4", newcellnames)
rownames(meta_regs) = newcellnames
meta_regs$all_pred_regs_top = paste0(meta_regs$pred_regions_top, "_pred")
ax_meta = merge(ax_meta, meta_regs[,c(2,4)], by = 0, all = T)
ax_meta$pred_regions_top[is.na(ax_meta$pred_regions_top)] = ax_meta$regions[is.na(ax_meta$pred_regions_top)]
ax_meta$all_pred_regs_top[is.na(ax_meta$all_pred_regs_top)] = ax_meta$regions[is.na(ax_meta$all_pred_regs_top)]
rownames(ax_meta) = ax_meta[,1]
ax_meta = ax_meta[,-1]

ax_meta = cbind(ax_meta[rownames(ax_srat@reductions$umap_harmony@cell.embeddings),], 
                ax_srat@reductions$umap_harmony@cell.embeddings)
ax_meta = cbind(unlist(lapply(strsplit(rownames(ax_meta), "-"), function(x) x[1])), ax_meta)
colnames(ax_meta)[1] = "cells"

div_meta = div_srat@meta.data[,c("high_level_anno", "high_level_clustering", "sample", "batch")]
div_meta = cbind(div_meta, div_srat@reductions$umap@cell.embeddings)
div_meta = cbind(unlist(lapply(strsplit(rownames(div_meta), "-"), function(x) x[1])), div_meta)
colnames(div_meta)[1] = "cells"
```

Save metadata

```{r}
write.csv(ax_meta, file = "data/annotations/pallium_meta_velocity.csv", row.names = T, quote = F)
write.csv(div_meta, file = "data/annotations/divseq_meta_velocity.csv", row.names = T, quote = F)
```



# Steady-state neurogenesis
## Load data
Load data

```{r}
dir = "data/processed/velocity_results/glut_reg/"
meta_l = list()
umap_l = list()
abs_l = list()
ld_l = list()
g_l = list()
exp_l = list()
for(r in c("lat", "dor", "med", "all")){
  meta_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_obs.csv"), header = T, row.names = 1)
  umap_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_umap.csv"), header = T, row.names = 1)
  g_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_var.csv"), header = T, row.names = 1)
  exp_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_X.csv"), header = T, row.names = 1)
  
  if(r!="all"){
    abs_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_abs_prob.csv"), header = T, row.names = 1)
    ld_l[[r]] = read.csv(paste0(dir, "glut_ss_", r, "_lineageDrivers.csv"), header = T, row.names = 1)
  }
}

metaNoEp_l = list()
umapNoEp_l = list()
absNoEp_l = list()
ldNoEp_l = list()
gNoEp_l = list()
expNoEp_l = list()
for(r in c("lat", "dor", "med")){
  metaNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_obs.csv"), header = T, row.names = 1)
  umapNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_umap.csv"), header = T, row.names = 1)
  gNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_var.csv"), header = T, row.names = 1)
  
  if(r!="all"){
    absNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_abs_prob.csv"), 
                              header = T, row.names = 1)
    ldNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_lineageDrivers.csv"), 
                         header = T, row.names = 1)
    expNoEp_l[[r]] = read.csv(paste0(dir, "glutNoEp_ss_", r, "_X.csv"), header = T, row.names = 1)
  }
}
```


## Pseudotime
Testing the changes to the pseudotime

```{r}
reg = "med"
plot_df = cbind(umapNoEp_l[[reg]][rownames(absNoEp_l[[reg]]),],
                metaNoEp_l[[reg]][rownames(absNoEp_l[[reg]]),c("latent_time", "cellclusters")],
                absNoEp_l[[reg]])
plot_df$newpt = plot_df$latent_time*(1-plot_df$epen_clus_4)
plot_df$newpt2 = plot_df[,6]*(1-plot_df$epen_clus_4)
plot_df$newpt3 = apply(plot_df[,6:7], 1, max)*(1-plot_df$epen_clus_4)

ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = latent_time))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = newpt))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = newpt3))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, colour = epen_clus_4))+
  geom_point(size = 2)+
  scale_colour_viridis_c(option = "E")+
  theme_classic()
```

Plot UMAP with fates

```{r}
umap_plt_list = list()
for(n in names(umapNoEp_l)){
  plot_df = cbind(umapNoEp_l[[n]][rownames(absNoEp_l[[n]]),],
                  metaNoEp_l[[n]][rownames(absNoEp_l[[n]]),c("cellclusters")],
                  absNoEp_l[[n]])
  colnames(plot_df)[3] = "cellclusters"
  
  for(cc in colnames(plot_df)[grepl("glut", colnames(plot_df))]){
    plot_df[,paste0(cc, "_transf")] = plot_df[,cc]*(1-plot_df$epen_clus_4)
  }
  
  plot_df$newpt =  apply(absNoEp_l[[n]][,grepl("glut", colnames(absNoEp_l[[n]]))], 1,
                         max)*(1-absNoEp_l[[n]]$epen_clus_4)
  
  plot_df = plot_df[,grepl("_transf", colnames(plot_df)) | 
                      grepl("newpt", colnames(plot_df)) |
                      grepl("UMAP", colnames(plot_df)) |
                      grepl("cellclusters", colnames(plot_df))]
  colnames(plot_df)[grepl("_transf", colnames(plot_df))] = gsub("_transf", "", colnames(plot_df)[grepl("_transf", colnames(plot_df))])
  
  umap_plt_list[[n]] = list()
  umap_plt_list[[n]][["cellclusters"]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
    geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
               mapping = aes(colour = cellclusters), size = 0.3)+
    scale_colour_manual(values = cols_cc[names(cols_cc) %in% plot_df$cellclusters])+
    theme_classic()+
    theme(aspect.ratio = 1,
          axis.text = element_blank(),
          axis.title = element_blank(),
          axis.ticks = element_blank(),
          axis.line = element_blank())
  
  mean_df = data.frame("UMAP_1" = tapply(plot_df$UMAP_1, plot_df$cellclusters, mean),
                        "UMAP_2" = tapply(plot_df$UMAP_2, plot_df$cellclusters, mean),
                        "cellclusters" = levels(factor(plot_df$cellclusters)))
  umap_plt_list[[n]][["cellclusters_mean"]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
    geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
               mapping = aes(colour = cellclusters), size = 0.3)+
    geom_text(data = mean_df, mapping = aes(label = cellclusters), fontface = "bold")+
    scale_colour_manual(values = cols_cc[names(cols_cc) %in% plot_df$cellclusters])+
    theme_classic()+
    theme(aspect.ratio = 1, legend.position = "none",
          axis.text = element_blank(),
          axis.title = element_blank(),
          axis.ticks = element_blank(),
          axis.line = element_blank())
  umap_plt_list[[n]][["newpt"]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
    geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
               mapping = aes(colour = newpt), size = 0.3)+
    scale_colour_viridis_c(option = "C")+
    theme_classic()+
    theme(aspect.ratio = 1,
          axis.text = element_blank(),
          axis.title = element_blank(),
          axis.ticks = element_blank(),
          axis.line = element_blank())
  for(f in colnames(plot_df)[grepl("glut", colnames(plot_df))]){
    umap_plt_list[[n]][[f]] = ggplot(mapping = aes(x = UMAP_1, y = UMAP_2))+
      geom_point(data = plot_df[order(plot_df$newpt, decreasing = T), ], 
                 mapping = aes_string(colour = f), size = 0.3)+
      scale_colour_viridis_c(option = "C")+
      theme_classic()+
      theme(aspect.ratio = 1,
            axis.text = element_blank(),
            axis.title = element_blank(),
            axis.ticks = element_blank(),
            axis.line = element_blank())
  }
  
  for(f in names(umap_plt_list[[n]])){
    pdf(paste0("results/RNAvelocity/UMAP_regions/UMAP_", n, "_", f, ".pdf"), useDingbats = F, 
        height = 4, width = ifelse(f=="cellclusters", 6, 5))
    print(umap_plt_list[[n]][[f]])
    dev.off()
  }
}
```

Make data frame with glutamatergic trajectories

```{r}
epfates = c("epen_clus_4")

tmp = list()
for(n in names(metaNoEp_l)[1:3]){
  fates = colnames(absNoEp_l[[n]])
  newpt =  apply(absNoEp_l[[n]][,grepl("glut", colnames(absNoEp_l[[n]]))], 1,
                 max)*(1-absNoEp_l[[n]]$epen_clus_4)
  fates = fates[!fates %in% epfates]
  for(f in fates){
    print(f)
    subabs = absNoEp_l[[n]][,!(colnames(absNoEp_l[[n]])==f |
                                 colnames(absNoEp_l[[n]]) %in% epfates)]
    rem = if(!is.null(dim(subabs))){
      apply(subabs, 1, function(x) any(x>=0.7))
    } else{
      apply(matrix(subabs), 1, function(x) any(x>=0.7))
    }
    tmp[[f]] = data.frame("cells" = rownames(metaNoEp_l[[n]]),
                          "orig_pt" = metaNoEp_l[[n]]$latent_time,
                          "newpt" = newpt,
                          "orig_prob" = absNoEp_l[[n]][,f],
                          "reg" = metaNoEp_l[[n]]$reg_simp,
                          "cellclusters" = metaNoEp_l[[n]]$cellclusters,
                          "fate" = f)
    tmp[[f]] = tmp[[f]][!rem,]
    tmp[[f]] = tmp[[f]][tmp[[f]]$orig_prob>=min(tmp[[f]]$orig_prob[tmp[[f]]$newpt==0]),]
    tmp[[f]]$pt = scales::rescale(tmp[[f]]$orig_pt, c(0,1))
    tmp[[f]]$prob = scales::rescale(tmp[[f]]$orig_prob, c(0,1))
  }
}
glut_dat_df = Reduce(rbind,tmp)
```

Saving data (for use with multiome)

```{r}
newcellnames = glut_dat_df$cells
newcellnames = gsub("-a1_1", "-a1-1", newcellnames)
newcellnames = gsub("-a1_2", "-a1-2", newcellnames)
newcellnames = gsub("-a3_1", "-a3-1", newcellnames)
newcellnames = gsub("-a3_2", "-a3-2", newcellnames)
glut_dat_df$newcellnames = newcellnames

ref_glut_dat = glut_dat_df[,c(10,5,2,7,4,6,3,8,9)]
colnames(ref_glut_dat) = c("newcellnames", "region", "latent_time", "fate", "probability", 
                           "cellclusters", "new_pseudotime", "normalised_pseudotime",
                           "normalised_probability")
write.csv(ref_glut_dat, "results/RNAvelocity/ref_glut_dat.csv", 
          col.names = T, row.names = F, quote = F)
```

Cell type occupancy by bin, per lineage

```{r}
col_prop_list = list()
smo_prop_list = list()
ct_all = list()
for(n in unique(glut_dat_df$fate)){
  # subset data
  submeta = glut_dat_df[glut_dat_df$fate==n,]
  lt_bins = cut(submeta$newpt, 100) # 100 equally-sized bins
  plot_df = data.frame(bins = lt_bins, 
                       cst = as.character(submeta$cellclusters))
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # remove cell types that are too rare (<5%)
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  usecl = tapply(tab_df$value, tab_df$Var2, function(x) any(x>0.05))
  plot_df = plot_df[plot_df$cst %in% names(usecl)[usecl],]
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # normalise by cell type abundance
  med_w = prop.table(table(plot_df$cst))
  tab_df = t(apply(tab_df, 1, function(x) x/med_w[colnames(tab_df)]))
  
  # reshape
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  tab_df$Var2 = as.character(tab_df$Var2)
  
  # prevent discontinuity by copying the previous column (likely not happening)
  tab_df = tab_df[order(tab_df$Var1, decreasing = F),]
  for(i in unique(tab_df$Var1)){
    if(any(is.nan(tab_df$value[tab_df$Var1==i]))){
      tab_df$value[tab_df$Var1==i] = prev
    }
    prev = tab_df$value[tab_df$Var1==i]
  }
  
  col_prop_list[[n]] = ggplot(tab_df, aes(x = Var1, y = value, fill = Var2))+
    geom_col()+
    scale_y_continuous(expand = c(0,0))+
    scale_fill_manual(values = cols_cc[names(cols_cc) %in% tab_df$Var2])+
    labs(x = "Bins", y = "Proportion", fill = "Cell type")+
    theme_classic()+
    theme(axis.text.x = element_blank(),
          axis.text.y = element_text(size = 6.5, colour = "black"),
          axis.ticks.x = element_blank(),
          axis.line = element_blank(),
          axis.title = element_text(size = 7),
          legend.text = element_text(size = 6),
          legend.title = element_text(size = 7),
          legend.key.size = unit(0.4, "cm"))
  
  # smoothen the proportions (and force constrain to 0-1)
  tab_df2 = tab_df
  tab_df2$value2 = tab_df2$value
  for(i in unique(tab_df2$Var2)){
    fff = loess(value~as.numeric(Var1), data = tab_df2[tab_df2$Var2==i,], 
                span = 0.5)
    pred = predict(fff)
    pred[pred>1] = 1
    pred[pred<0] = 0
    tab_df2$value2[tab_df2$Var2==i] = pred
  }
  
  # force constrain each interval to 0-1 by doing proportion
  for(i in unique(tab_df2$Var1)){
    tab_df2$value2[tab_df2$Var1==i] = tab_df2$value2[tab_df2$Var1==i]/sum(tab_df2$value2[tab_df2$Var1==i])
  }
  
  tab_df2$major = unlist(lapply(strsplit(tab_df2$Var2, "_"), function(x) x[1]))
  res = list()
  for(nnn in unique(tab_df2$Var1)){
    ss=tapply(tab_df2[tab_df2$Var1==nnn,"value2"], tab_df2[tab_df2$Var1==nnn,"major"], sum)
    res[[nnn]] = which.max(ss)
  }
  ct_all[[n]] = unlist(lapply(res, names))
  
  smo_prop_list[[n]] = ggplot(tab_df2, aes(x = Var1, y = value2, group = Var2, fill = Var2))+
    geom_area()+
    scale_y_continuous(expand = c(0,0))+
    scale_fill_manual(values = cols_cc[names(cols_cc) %in% tab_df2$Var2])+
    labs(x = "Bins", y = "Proportion", fill = "Cell type")+
    theme_classic()+
    theme(axis.text.x = element_blank(),
          axis.text.y = element_text(size = 6.5, colour = "black"),
          axis.ticks.x = element_blank(),
          axis.line = element_blank(),
          axis.title = element_text(size = 7),
          legend.text = element_text(size = 6),
          legend.title = element_text(size = 7),
          legend.key.size = unit(0.4, "cm"))
}

for(n in names(col_prop_list)){
pdf(paste0("results/RNAvelocity/proportions/prop_celltypes_traj_", n, ".pdf"), 
    height = 2.6, width = 5)
  print(col_prop_list[[n]])
  dev.off()
}

for(n in names(col_prop_list)){
pdf(paste0("results/RNAvelocity/proportions/prop_celltypes_traj_", n, "_smooth.pdf"), 
    height = 2.6, width = 5)
  print(smo_prop_list[[n]])
  dev.off()
}
```

Cell type occupancy by bin, per region

```{r}
smo_prop_list = list()
res_all = list() # determine max ct at each step
for(n in unique(glut_dat_df$reg)){
  # subset region
  submeta = glut_dat_df[glut_dat_df$reg==n,]
  lt_bins = cut(submeta$newpt, 100) #100 equally sized bins
  plot_df = data.frame(bins = lt_bins, 
                       cst = as.character(submeta$cellclusters))
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # remove cell types that are too rare (<5%)
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  usecl = tapply(tab_df$value, tab_df$Var2, function(x) any(x>0.05))
  plot_df = plot_df[plot_df$cst %in% names(usecl)[usecl],]
  tab_df = table(plot_df$bins,plot_df$cst)
  
  # normalise by cell type abundance
  #med_w = prop.table(table(plot_df$cst))
  #tab_df = t(apply(tab_df, 1, function(x) x/med_w[colnames(tab_df)]))
  # normalise by major cell type abundance
  med_w = prop.table(table(unlist(lapply(strsplit(plot_df$cst, "_"), function(x) x[1]))))
  orcol = colnames(tab_df)
  nn = unlist(lapply(strsplit(colnames(tab_df), "_"), function(x) x[1]))
  tab_df = t(apply(tab_df, 1, function(x) x/med_w[nn]))
  colnames(tab_df) = orcol
  
  # reshape
  tab_df = reshape2::melt(tab_df/rowSums(tab_df))
  tab_df$Var2 = as.character(tab_df$Var2)
  
  # prevent discontinuity by copying the previous column (likely not happening)
  tab_df = tab_df[order(tab_df$Var1, decreasing = F),]
  for(i in unique(tab_df$Var1)){
    if(any(is.nan(tab_df$value[tab_df$Var1==i]))){
      tab_df$value[tab_df$Var1==i] = prev
    }
    prev = tab_df$value[tab_df$Var1==i]
  }
  
  # smoothen the proportions (and force constrain to 0-1)
  tab_df2 = tab_df
  tab_df2$value2 = tab_df2$value
  for(i in unique(tab_df2$Var2)){
    fff = loess(value~as.numeric(Var1), data = tab_df2[tab_df2$Var2==i,], 
                span = 0.5)
    pred = predict(fff)
    pred[pred>1] = 1
    pred[pred<0] = 0
    tab_df2$value2[tab_df2$Var2==i] = pred
  }
  
  # force constrain each interval to 0-1 by doing proportion
  for(i in unique(tab_df2$Var1)){
    tab_df2$value2[tab_df2$Var1==i] = tab_df2$value2[tab_df2$Var1==i]/sum(tab_df2$value2[tab_df2$Var1==i])
  }
  
  tab_df2$major = unlist(lapply(strsplit(tab_df2$Var2, "_"), function(x) x[1]))
  res = list()
  for(nnn in unique(tab_df2$Var1)){
    ss=tapply(tab_df2[tab_df2$Var1==nnn,"value2"], tab_df2[tab_df2$Var1==nnn,"major"], sum)
    res[[nnn]] = which.max(ss)
  }
  res_all[[n]] = unlist(lapply(res, names))
  
  smo_prop_list[[n]] = ggplot(tab_df2, aes(x = Var1, y = value2, group = Var2, fill = Var2))+
    geom_area()+
    scale_y_continuous(expand = c(0,0))+
    scale_fill_manual(values = cols_cc[names(cols_cc) %in% tab_df2$Var2])+
    labs(x = "Bins", y = "Proportion", fill = "Cell type")+
    theme_classic()+
    theme(axis.text.x = element_blank(),
          axis.text.y = element_text(size = 6.5, colour = "black"),
          axis.ticks.x = element_blank(),
          axis.line = element_blank(),
          axis.title = element_text(size = 7),
          legend.text = element_text(size = 6),
          legend.title = element_text(size = 7),
          legend.key.size = unit(0.4, "cm"))
}

for(n in names(smo_prop_list)){
pdf(paste0("results/RNAvelocity/proportions/prop_celltypes_traj_region_", n, "_smooth.pdf"), 
    height = 2.6, width = 5)
  print(smo_prop_list[[n]])
  dev.off()
}
```


## Variable genes
Find all variable genes

```{r}
registerDoParallel(40)

fitExp = function(g, mod_df) {
  res = list()
  cells = mod_df$cells
  mod_df$y = scale(exp_l$all[cells,g])
  
  m = gam(y~fate*splines::ns(newpt, df = 5)+0, weights = mod_df$prob, data = mod_df)
  p = mgcv::predict.gam(m, mod_df, type = "link", se.fit = TRUE)
  fits_df = data.frame("fit" = p$fit, "up_se" = p$fit+(2*p$se.fit), "lo_se" = p$fit-(2*p$se.fit))
  
  bin_df = data.frame("newpt" = rep(seq(0,1,length.out = 100), length(unique(unique(mod_df$fate)))),
                      "fate" = rep(unique(mod_df$fate), each = 100))
  p = predict(m, bin_df, type = "link", se.fit = TRUE)
  bin_df$fit = p$fit
  bin_df$up_se = p$fit+(2*p$se.fit)
  bin_df$lo_se = p$fit-(2*p$se.fit)
  
  res[["all_terms"]] = list("fits" = fits_df, "binned_fits" = bin_df, "pvals" = summary(m)$pTerms.pv)
  
  
  m = gam(y~reg*splines::ns(newpt, df = 5)+0, weights = mod_df$prob, data = mod_df)
  p = mgcv::predict.gam(m, mod_df, type = "link", se.fit = TRUE)
  fits_df = data.frame("fit" = p$fit, "up_se" = p$fit+(2*p$se.fit), "lo_se" = p$fit-(2*p$se.fit))
  
  bin_df = data.frame("newpt" = rep(seq(0,1,length.out = 100), length(unique(unique(mod_df$reg)))),
                      "reg" = rep(unique(mod_df$reg), each = 100))
  p = mgcv::predict.gam(m, bin_df, type = "link", se.fit = TRUE)
  bin_df$fit = p$fit
  bin_df$up_se = p$fit+(2*p$se.fit)
  bin_df$lo_se = p$fit-(2*p$se.fit)
  
  res[["region"]] = list("fits" = fits_df, "binned_fits" = bin_df, "pvals" = summary(m)$pTerms.pv)
  
  return(res)
}

ff = "results/RNAvelocity/SS_data_glutNoEp_fit_exp_everything.RDS"
if(file.exists(ff)){
  all_fit_exp = foreach(i=colnames(exp_l$all)) %dopar% {
    fitExp(i, glut_dat_df)
  }
  names(all_fit_exp) = colnames(exp_l$all)
  saveRDS(all_fit_exp, file = "results/RNAvelocity/SS_data_glutNoEp_fit_exp_everything.RDS")
} else{
  all_fit_exp = readRDS("results/RNAvelocity/SS_data_glutNoEp_fit_exp_everything.RDS")
}
```

Prepare pvalue tables

```{r}
pval_df = Reduce(rbind, lapply(all_fit_exp, function(x) x$all_terms$pvals))
rownames(pval_df) = names(all_fit_exp)

pval_reg_df = Reduce(rbind, lapply(all_fit_exp, function(x) x$region$pvals))
rownames(pval_reg_df) = names(all_fit_exp)
```

Plotting example genes

```{r}
pltGene = function(g, dat, lab, sub = "all_terms"){
  plot_df = data.frame("pt" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),"newpt"],
                       "reg" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),lab],
                       "fit" = all_fit_exp[[g]][[sub]]$fits$fit,
                       "fit_up" = all_fit_exp[[g]][[sub]]$fits$up_se,
                       "fit_dn" = all_fit_exp[[g]][[sub]]$fits$lo_se)
  
  plt = ggplot(plot_df)+
    geom_line(mapping = aes(x = pt, y = fit, group = reg, colour = reg))+
    geom_ribbon(mapping = aes(x = pt, y = fit, group = reg, fill = reg, 
                              ymin = fit_dn, ymax = fit_up), alpha = 0.25)+
    scale_x_continuous(expand = c(0,0))+
    ggtitle(g)+
    theme_classic()+
    theme(aspect.ratio = 1)
  return(plt)
}

cowplot::plot_grid(
pltGene("KCNJ10", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("SOX6", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("GLI2", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("MEX3A", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("TOP2A", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("SLC17A6", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("ELMO1", glut_dat_df, "fate")+theme(legend.position = "none"),
pltGene("EOMES", glut_dat_df, "fate")+theme(legend.position = "none"),
ncol = 4, align = "hv")
```

### Variability per region
Find genes conserved and variable between regions

```{r}
g_diff = rownames(pval_df)[pval_df[,3]<=0.05 & pval_reg_df[,3]<=0.05]
reg_groups = list("lateral" = c("glut_SUBSET_2", "glut_SUBSET_22", "glut_SUBSET_10"), 
                  "dorsal" = c("glut_SUBSET_3", "glut_SUBSET_1"), 
                  "medial" = c("glut_SUBSET_11", "glut_SUBSET_0",
                               "glut_SUBSET_7","glut_SUBSET_13"))

# get the minimum correlation per region across lineages
cor_g_list = list()
mean_g_list = list()
lin_binned_fits = list()
for(g in rownames(pval_df)){
  min_cors_g = c()
  mean_g_df = list()
  for(n in names(reg_groups)){
    plot_df = all_fit_exp[[g]]$all_terms$binned_fits
    plot_df = plot_df[plot_df$fate %in% reg_groups[[n]],]
    
    dat = data.frame(lapply(reg_groups[[n]], function(x) plot_df$fit[plot_df$fate==x]))
    colnames(dat) = reg_groups[[n]]
    cc = cor(dat, method = "sp")
    min_cors_g[[n]] = min(cc)
    
    mean_g_df[[n]] = apply(dat, 1, mean)
    
    lin_binned_fits[[g]] = if(n==names(reg_groups)[1]){
      dat
    } else{
      cbind(lin_binned_fits[[g]], dat)
    }
  }
  cor_g_list[[g]] = min_cors_g
  mean_g_list[[g]] = data.frame(mean_g_df)
}
cor_g = data.frame(Reduce(rbind, cor_g_list))
rownames(cor_g) = rownames(pval_df)

# get genes with no per-region correlation lower than 0.33
genes_agreeing_reg = apply(apply(cor_g, 2, function(x) x>=.3), 1, function(x) all(x))

# get minimum correlation across regions
min_cor_regs = list()
min_cor_lins = list()
reg_binned_fits = list()
for(g in names(genes_agreeing_reg)){
  plot_df = all_fit_exp[[g]]$region$binned_fits

  dat = data.frame(lapply(unique(plot_df$reg), function(x) plot_df$fit[plot_df$reg==x]))
  colnames(dat) = unique(plot_df$reg)
  reg_binned_fits[[g]] = dat

  cc = cor(dat, method = "sp")
  min_cor_regs[[g]] = min(cc)
  
  
  plot_df = all_fit_exp[[g]]$all_terms$binned_fits

  dat = data.frame(lapply(unique(plot_df$fate), function(x) plot_df$fit[plot_df$fate==x]))
  colnames(dat) = unique(plot_df$fate)

  cc = cor(dat, method = "sp")
  min_cor_lins[[g]] = min(cc)
}

# prepare table with all these results
region_result_dat = data.frame(row.names = rownames(pval_df),
                               "isVariable" = pval_df[,2]<=0.05 & pval_reg_df[,2]<=0.05,
                               "pval_variableLineage" = pval_df[,3],
                               "pval_variableRegion" = pval_reg_df[,3],
                               "variable_lineage_and_region" = pval_df[,3]<=0.05 &
                                 pval_reg_df[,3]<=0.05,
                               "agree_within_all_regions" = genes_agreeing_reg[rownames(pval_df)],
                               "min_corr_between_regions" = unlist(min_cor_regs)[rownames(pval_df)],
                               "min_corr_between_lineages" = unlist(min_cor_lins)[rownames(pval_df)])

region_result_dat$isCommonRegions = region_result_dat$min_corr_between_regions>.3 &
  region_result_dat$isVariable &
  region_result_dat$agree_within_all_regions
region_result_dat$isDiffRegions = region_result_dat$min_corr_between_regions<(-.3)
```

Add peaking times

```{r}
# adding max position across mean for all genes
mean_cor_g = lapply(rownames(region_result_dat), function(x) apply(reg_binned_fits[[x]], 1, mean))
names(mean_cor_g) = rownames(region_result_dat)
mean_cor_g = data.frame(Reduce(rbind, mean_cor_g))
rownames(mean_cor_g) = rownames(region_result_dat)
max_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) which.max(x))
region_result_dat$maxPointAllReg = max_dat[rownames(region_result_dat)]

# max position per region
maxPointPerReg = lapply(rownames(region_result_dat), 
                        function(x) apply(reg_binned_fits[[x]], 2, 
                                          function(x) which.max(scales::rescale(x, to = c(0,1)))))
maxPointPerReg = Reduce(rbind, maxPointPerReg)
rownames(maxPointPerReg) = rownames(region_result_dat)
colnames(maxPointPerReg) = paste0("maxPointPerReg_", colnames(maxPointPerReg))
region_result_dat = cbind(region_result_dat, maxPointPerReg[rownames(region_result_dat),])

## classify it into  ependymal/npc/glut
aaa = lapply(colnames(maxPointPerReg), 
             function(x) res_all[[strsplit(x, "_")[[1]][2]]][maxPointPerReg[,x]])
names(aaa) = paste0("ctPosition_",
                    unlist(lapply(strsplit(colnames(maxPointPerReg), "_"), function(x) x[2])))
region_result_dat = cbind(region_result_dat, data.frame(aaa))

# max per lineage
maxPointPerLin = lapply(rownames(region_result_dat), 
                        function(x) apply(lin_binned_fits[[x]], 2, 
                                          function(x) which.max(scales::rescale(x, to = c(0,1)))))
maxPointPerLin = Reduce(rbind, maxPointPerLin)
rownames(maxPointPerLin) = rownames(region_result_dat)
colnames(maxPointPerLin) = paste0("maxPointPerLin_", colnames(maxPointPerLin))
region_result_dat = cbind(region_result_dat, maxPointPerLin[rownames(region_result_dat),])

## classify it into  ependymal/npc/glut
aaa = lapply(names(ct_all), 
             function(x) ct_all[[x]][maxPointPerLin[,paste0("maxPointPerLin_", x)]])
names(aaa) = paste0("ctPosition_", names(ct_all))
region_result_dat = cbind(region_result_dat, data.frame(aaa))
```

Save table

```{r}
write.csv(region_result_dat, file = "results/RNAvelocity/region_differences_glut.csv", 
          row.names = T, col.names = T, quote = F)
```

All genes common to all regions

```{r}
# get genes correlating and not correlating across regions
cor_reg = rownames(region_result_dat)[region_result_dat$min_corr_between_regions>.3 &
                                        region_result_dat$isVariable &
                                        region_result_dat$agree_within_all_regions]

mean_cor_g = lapply(cor_reg, function(x) apply(reg_binned_fits[[x]], 1, mean))
names(mean_cor_g) = cor_reg

mean_cor_g = data.frame(Reduce(rbind, mean_cor_g))
rownames(mean_cor_g) = cor_reg

max_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) which.max(x))
min_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

dat_norm = t(apply(mean_cor_g[sc_dat,], 1, scales::rescale, to = c(0,1)))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_all.pdf", 
    height = 2.25, width = 2.5, useDingbats = F)
pheatmap::pheatmap(dat_norm, clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F,
                   show_colnames = F, show_rownames = F, angle_col = 0)
dev.off()

write.csv(dat_norm, file = "results/RNAvelocity/heatmap_gen/heatmap_dat_common_regions.csv",
          col.names = T, row.names = T, quote = F)

groups_genes = cut(max_dat, 5)
names(groups_genes) = names(max_dat)
groups_genes = sort(groups_genes)

go_l = list()
for(i in unique(groups_genes)){
  ggg = names(groups_genes)[groups_genes==i]
  go_l[[i]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result
}
ggg = names(groups_genes)
go_l[["all"]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result
```

TF and signalling

```{r}
human_tf = read.table("../../gene_refs/human/Homo_sapiens_TF.txt", header = T, sep = "\t")

resc_mat = dat_norm[rownames(dat_norm) %in% human_tf$Symbol,]
max_dat = apply(resc_mat, 1, function(x) which.max(x))
min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_TF.pdf", 
    height = 2.25, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F, fontsize_row = 6.5,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_TF_long.pdf", 
    height = 8.5, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F, fontsize_row = 6.5,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()


go = "GO:0007267"
cellcomm = gprofiler2::gconvert(go, target = "HGNC")
cellcomm = cellcomm$name[!cellcomm$name %in% human_tf$Symbol]
resc_mat = dat_norm[rownames(dat_norm) %in% cellcomm,]

max_dat = apply(resc_mat, 1, function(x) which.max(x))
min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
sc_dat = order(max_dat, min_dat, decreasing = c(F, F))

pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_signalling.pdf",
    height = 2.25, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
pdf("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_panregion_heatmap_signalling_long.pdf",
    height = 9, width = 3, useDingbats = F)
pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", color = viridis::magma(100), 
                   border_color = NA, cluster_cols = F, cluster_rows = F, fontsize_row = 6.5,
                   show_colnames = F, show_rownames = T, angle_col = 0)
dev.off()
```

Genes that are different for each region (by the region in which they are relevant)

```{r}
noncor_reg = rownames(region_result_dat)[region_result_dat$min_corr_between_regions<=(-0.3)]

g_reg_diff = list()
for(g in noncor_reg){
  hc = hclust(dist(t(reg_binned_fits[[g]])))
  ct = paste0("cl", cutree(hc,2))
  g_reg_diff[[g]] = hc$labels[ct==names(table(ct))[which.min(table(ct))]]
  
  # find out if gene is at least somewhat upregulated vs other two
  binned_fits = reshape2::melt(reg_binned_fits[[g]])
  binned_fits$isLateral = binned_fits$variable=="lateral"
  binned_fits$isDorsal = binned_fits$variable=="dorsal"
  binned_fits$isMedial = binned_fits$variable=="medial"
  
  allcoeff = c(lm(value~isLateral+0, data = binned_fits)$coefficients[2],
               lm(value~isDorsal+0, data = binned_fits)$coefficients[2],
               lm(value~isMedial+0, data = binned_fits)$coefficients[2])
  names(allcoeff) = c("lateral", "dorsal", "medial")
  
  if(allcoeff[g_reg_diff[[g]]]<0 & all(allcoeff[names(allcoeff)!=g_reg_diff[[g]]]>0)){
    g_reg_diff[[g]] = names(allcoeff)[allcoeff>0]
  }
}
df_reg_diff = reshape2::melt(g_reg_diff)
colnames(df_reg_diff) = c("region", "gene")

go_per_reg = list()
sorted_dat = list()
for(r in unique(df_reg_diff$region)){
  sub_g = df_reg_diff$gene[df_reg_diff$region==r]
  mean_cor_g = lapply(sub_g, function(x) reg_binned_fits[[x]][,r])
  names(mean_cor_g) = sub_g
  
  mean_cor_g = data.frame(Reduce(rbind, mean_cor_g))
  rownames(mean_cor_g) = sub_g
  
  max_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) which.max(x))
  min_dat = apply(apply(mean_cor_g, 1, scales::rescale, to = c(0,1)), 2, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  sorted_dat[[r]] = t(apply(mean_cor_g[sc_dat,], 1, scales::rescale, to = c(0,1)))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_all.pdf"), 
      height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(sorted_dat[[r]], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = F)
  dev.off()
  
  groups_genes = cut(max_dat, 5)
  names(groups_genes) = names(max_dat)
  groups_genes = sort(groups_genes)
  
  go_l = list()
  for(i in unique(groups_genes)){
    ggg = names(groups_genes)[groups_genes==i]
    go_l[[i]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result
  }
  ggg = names(groups_genes)
  go_l[["all"]] = gprofiler2::gost(query = ggg[!grepl("AMEX", ggg)], organism = "hsapiens")$result
  go_per_reg[[r]] = go_l
}
saveRDS(sorted_dat, file = "results/RNAvelocity/heatmap_gen/region_specific_mat_list.RDS")
```

TF and signalling

```{r}
human_tf = read.table("../../gene_refs/human/Homo_sapiens_TF.txt", header = T, sep = "\t")
for(r in names(sorted_dat)){
  resc_mat = sorted_dat[[r]][rownames(sorted_dat[[r]]) %in% human_tf$Symbol,]
  
  max_dat = apply(resc_mat, 1, function(x) which.max(x))
  min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_TF.pdf"), height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, fontsize_row = 7,
                     show_colnames = F, show_rownames = T)
  dev.off()
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r, "_heatmap_TF_long.pdf"), height = 9, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", border_color = NA,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, fontsize_row = 7,
                     show_colnames = F, show_rownames = T)
  dev.off()
}

go = "GO:0007267"
cellcomm = gprofiler2::gconvert(go, target = "HGNC")
cellcomm = cellcomm$name[!cellcomm$name %in% human_tf$Symbol]

signl = read.csv("../../gene_refs/human/CellPhoneDB/gene_input.csv", header = T)
signl = unique(c(signl$gene_name[!signl$gene_name %in% human_tf$Symbol],cellcomm))

for(r in names(sorted_dat)){
  resc_mat = sorted_dat[[r]][rownames(sorted_dat[[r]]) %in% signl,]
  
  max_dat = apply(resc_mat, 1, function(x) which.max(x))
  min_dat = apply(resc_mat, 1, function(x) sum(x>.9))
  sc_dat = order(max_dat, min_dat, decreasing = c(F, F))
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r,
             "_heatmap_signalling.pdf"), height = 2.25, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", fontsize_row = 7,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = T, border_color = NA)
  dev.off()
  
  pdf(paste0("results/RNAvelocity/heatmap_gen/premade_plots/glutNoEp_", r,
             "_heatmap_signalling_long.pdf"), height = 17, width = 3, useDingbats = F)
  pheatmap::pheatmap(resc_mat[sc_dat,], clustering_method = "ward.D", fontsize_row = 7,
                     color = viridis::magma(100), cluster_cols = F, cluster_rows = F, 
                     show_colnames = F, show_rownames = T, border_color = NA)
  dev.off()
}
```

Plot individual genes

```{r, fig.height=2, fig.width=4}
pltRegGene = function(g, dat, col, group, sub = "all_terms"){
  plot_df = data.frame("pt" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),"newpt"],
                       "col" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),col],
                       "group" = dat[rownames(all_fit_exp[[g]][[sub]]$fits),group],
                       "fit" = all_fit_exp[[g]][[sub]]$fits$fit,
                       "fit_up" = all_fit_exp[[g]][[sub]]$fits$up_se,
                       "fit_dn" = all_fit_exp[[g]][[sub]]$fits$lo_se)
  
  plt = ggplot(plot_df)+
    geom_line(mapping = aes(x = pt, y = fit, group = group, colour = col))+
    geom_ribbon(mapping = aes(x = pt, y = fit, group = group, fill = col, 
                              ymin = fit_dn, ymax = fit_up), alpha = 0.25)+
    scale_x_continuous(expand = c(0,0))+
    ggtitle(g)+
    theme_classic()+
    theme(aspect.ratio = 1,
          axis.text = element_text(colour = "black", size = 5),
          title = element_text(size = 6.75))
  return(plt)
}


genes_to_show = c("TOP2A", "GLI2", "SLC17A6", "NEUROD2", "BCL11B", 
                  "PRDM2", "E2F8", "NRG1", "NRG3", "FGF14", "WNT7B", 
                  "KCNJ10", "NOTCH1", "FGFR2", "SEMA4F", "NEURL1", 
                  "MEX3A", "EOMES", "NEUROD4", "POU2F2", "MEF2D",
                  "ONECUT1", "FOXN3", "GLIS2", "ZBTB10", "MEF2A",
                  "ZBTB41", "NFX1")

lineage_genes = lapply(ld_l, function(x) lapply(colnames(x)[grepl("corr", colnames(x))], 
                                                function(y) rownames(x)[order(x[,y], decreasing = T)][1:10]))

genes_to_show = unique(c(genes_to_show, unlist(lineage_genes)))

plt_ind_shared = list()
for(g in genes_to_show){
  f = paste0("results/RNAvelocity/individual_gene_kinetics/glutNoEp_", g, ".pdf")
  if(!file.exists(f)){
    f_plt = pltRegGene(g, glut_dat_df, "reg", "fate")+NoLegend()
    r_plt = pltRegGene(g, glut_dat_df, "reg", "reg", "region")+NoLegend()+
      theme(title = element_blank())
    
    r_plt = r_plt+
      scale_colour_manual(values = reg_cols_simp)+
      scale_fill_manual(values = reg_cols_simp)
    f_plt = f_plt+
      scale_colour_manual(values = reg_cols_simp)+
      scale_fill_manual(values = reg_cols_simp)
      
    plt_ind_shared[[g]] = cowplot::plot_grid(f_plt, r_plt, nrow = 1, align = "hv")
    
    pdf(f, height = 3, width = 4.5)
    print(plt_ind_shared[[g]])
    dev.off()
  }
}
```



```{r}
source("https://github.com/quadbiolab/primate_cerebral_organoids/raw/master/pt_alignment.r")

xxx = align_pt_traj()
```



